In a class of 80 students,53 study Art,60 study biology,36 study Art and biology,34 study Art and chemistry,6 study biology but not chemistry.Illustrate the information on a Venn diagram.Determine the number of students who study Art only

And Chemistry only

We can't really help you w/ this one, you have to create your own diagram so start labeling all the things people study and put that in the diagram.

Please I need answer to the question

I need solution

Visit Kwame's question u will see the solution. He asked same question and it was answered by Reiny and Abubakari.

To illustrate the information on a Venn diagram, we can draw two overlapping circles. Let's label one circle as "Art" and the other circle as "Biology."

In the intersection of the circles, where they overlap, we write the number of students who study both Art and Biology. In this case, it is 36.

Next, we write the number of students who study Art only outside the intersection of the circles. From the given information, we know that 53 students study Art in total, and 36 of them study both Art and Biology. Thus, to determine how many study Art only, we subtract the number studying both Art and Biology (36) from the total number studying Art (53). Therefore, 53 - 36 = 17 students study Art only.

Similarly, we can determine the number of students who study Chemistry only. However, we do not have the direct information about the number of students studying only Chemistry. To find this value, we will need to use the principle of inclusion and exclusion.

We know that 34 students study Art and Chemistry together, and 6 students study Biology but not Chemistry.

To find the number of students studying Chemistry only, we need to subtract the number of students studying both Art and Chemistry (34) and the number of students studying Biology but not Chemistry (6) from the total number of students studying Biology (60).

Therefore, the number of students who study Chemistry only would be 60 - 34 - 6 = 20.